{
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "_"
      },
      "source": [
        "# Example analysis workflow: TAL1 locus"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "on5cvb0VoK_D"
      },
      "source": [
        "Goal: We will explore non-coding T-cell acute lymphoblastic leukemia associated\n",
        "mutations near the *TAL1* locus.\n",
        "\n",
        "T-cell acute lymphoblastic leukemia (T-ALL) is a cancer of the blood and bone\n",
        "marrow. A large fraction of T-ALL cases arise due to aberrant upregulation of\n",
        "the *TAL1* oncogene. In particular, the locus harbors positions in which\n",
        "non-coding variants can occur that activate *TAL1* gene expression from several\n",
        "kilobases away.\n",
        "\n",
        "Key activities:\n",
        "  1. Visualize the genomic context of variants of interest.\n",
        "  1. Predict the functional impact of a specific variant on gene expression,\n",
        "     accessibility, and histone marks.\n",
        "  1. Systematically compare the predicted effects of known disease-associated\n",
        "     variants to a set of background variants."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "d3eXVn1XNl3F"
      },
      "source": [
        "```{tip}\n",
        "Open this tutorial in Google Colab for interactive viewing.\n",
        "```"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 2,
      "metadata": {
        "cellView": "form",
        "id": "W28j15ApoK_D"
      },
      "outputs": [],
      "source": [
        "# @title Install AlphaGenome\n",
        "\n",
        "# @markdown Run this cell to install AlphaGenome.\n",
        "from IPython.display import clear_output\n",
        "! pip install alphagenome\n",
        "clear_output()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "-lcTVQLvqB6F"
      },
      "source": [
        "## Imports"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 3,
      "metadata": {
        "id": "KuLPy_awXaP_"
      },
      "outputs": [],
      "source": [
        "import io\n",
        "import itertools\n",
        "\n",
        "from alphagenome import colab_utils\n",
        "from alphagenome.data import gene_annotation\n",
        "from alphagenome.data import genome\n",
        "from alphagenome.data import transcript as transcript_utils\n",
        "from alphagenome.models import dna_client\n",
        "from alphagenome.models import variant_scorers\n",
        "from alphagenome.visualization import plot_components\n",
        "from IPython.display import clear_output\n",
        "import numpy as np\n",
        "import pandas as pd\n",
        "import plotnine as gg"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 4,
      "metadata": {
        "id": "toBpbthy93gr"
      },
      "outputs": [],
      "source": [
        "dna_model = dna_client.create(colab_utils.get_api_key())"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "q16KB0jNLSh2"
      },
      "source": [
        "We load gene annotations from GENCODE, a public repository of gene information,\n",
        "using annotations with the highest level of experimental support (Transcript\n",
        "Support Level '1')."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 5,
      "metadata": {
        "id": "AI5q4j1GT8xt"
      },
      "outputs": [],
      "source": [
        "# Load gene annotations (from GENCODE).\n",
        "gtf = pd.read_feather(\n",
        "    'https://storage.googleapis.com/alphagenome/reference/gencode/'\n",
        "    'hg38/gencode.v46.annotation.gtf.gz.feather'\n",
        ")\n",
        "\n",
        "# Define an extractor that fetches only MANE_select transcripts per gene.\n",
        "# Mane select transcripts consists of of one curated transcript per locus.\n",
        "gtf_transcript = gene_annotation.filter_protein_coding(gtf)\n",
        "gtf_transcript = gene_annotation.filter_to_mane_select_transcript(\n",
        "    gtf_transcript\n",
        ")\n",
        "transcript_extractor = transcript_utils.TranscriptExtractor(\n",
        "    gtf_transcript\n",
        ")"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "D3qpCQqpLf2S"
      },
      "source": [
        "We further define a few utility functions that we'll use throughout the\n",
        "notebook."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 6,
      "metadata": {
        "id": "6kql5u1bYHjZ"
      },
      "outputs": [],
      "source": [
        "# @title Utilities\n",
        "def generate_background_variants(\n",
        "    variant: genome.Variant, max_number: int = 100\n",
        ") -\u003e pd.DataFrame:\n",
        "  \"\"\"Generates a dataframe of background variants for a given variant.\n",
        "\n",
        "  This is done by creating new sequences of the same length as the alternate\n",
        "  allele.\n",
        "\n",
        "  This allows us to test if the specific sequence of the oncogenic variant has a\n",
        "  greater effect than a random sequence of the same length at the same location.\n",
        "\n",
        "  Args:\n",
        "    variant: The variant to generate ism variants for.\n",
        "    max_number: The maximum number of ism variants to generate.\n",
        "\n",
        "  Returns:\n",
        "    A dataframe of variants.\n",
        "  \"\"\"\n",
        "  nucleotides = np.array(list('ACGT'), dtype='\u003cU1')\n",
        "\n",
        "  def generate_unique_strings(n, max_number, random_seed=42):\n",
        "    \"\"\"Generates unique random strings of length n.\"\"\"\n",
        "    rng = np.random.default_rng(random_seed)\n",
        "\n",
        "    if 4**n \u003c max_number:\n",
        "      raise ValueError(\n",
        "          'Cannot generate that many unique strings for the given length.'\n",
        "      )\n",
        "\n",
        "    generated_strings = set()\n",
        "    while len(generated_strings) \u003c max_number:\n",
        "      indices = rng.integers(0, 4, size=n)\n",
        "      new_string = ''.join(nucleotides[indices])\n",
        "      if new_string != variant.alternate_bases:\n",
        "        generated_strings.add(new_string)\n",
        "    return list(generated_strings)\n",
        "\n",
        "  permutations = []\n",
        "  if 4 ** len(variant.alternate_bases) \u003c max_number:\n",
        "    # Get all\n",
        "    for p in itertools.product(\n",
        "        nucleotides, repeat=len(variant.alternate_bases)\n",
        "    ):\n",
        "      permutations.append(''.join(p))\n",
        "  else:\n",
        "    # Sample some\n",
        "    permutations = generate_unique_strings(\n",
        "        len(variant.alternate_bases), max_number\n",
        "    )\n",
        "  ism_candidates = pd.DataFrame({\n",
        "      'ID': ['mut_' + str(variant.position) + '_' + x for x in permutations],\n",
        "      'CHROM': variant.chromosome,\n",
        "      'POS': variant.position,\n",
        "      'REF': variant.reference_bases,\n",
        "      'ALT': permutations,\n",
        "      'output': 0.0,\n",
        "      'original_variant': variant.name,\n",
        "  })\n",
        "  return ism_candidates\n",
        "\n",
        "\n",
        "def oncogenic_and_background_variants(\n",
        "    input_sequence_length: int, number_of_background_variants: int = 20\n",
        ") -\u003e pd.DataFrame:\n",
        "  \"\"\"Generates a dataframe of all variants for this evaluation.\"\"\"\n",
        "  oncogenic_variants = oncogenic_tal1_variants()\n",
        "\n",
        "  variants = []\n",
        "  for vcf_row in oncogenic_variants.itertuples():\n",
        "    variants.append(\n",
        "        genome.Variant(\n",
        "            chromosome=str(vcf_row.CHROM),\n",
        "            position=int(vcf_row.POS),\n",
        "            reference_bases=vcf_row.REF,\n",
        "            alternate_bases=vcf_row.ALT,\n",
        "            name=vcf_row.ID,\n",
        "        )\n",
        "    )\n",
        "\n",
        "  background_variants = pd.concat([\n",
        "      generate_background_variants(variant, number_of_background_variants)\n",
        "      for variant in variants\n",
        "  ])\n",
        "  all_variants = pd.concat([oncogenic_variants, background_variants])\n",
        "  return inference_df(all_variants, input_sequence_length=input_sequence_length)\n",
        "\n",
        "\n",
        "def vcf_row_to_variant(vcf_row: pd.Series) -\u003e genome.Variant:\n",
        "  \"\"\"Parse a row of a vcf df into a genome.Variant.\"\"\"\n",
        "  variant = genome.Variant(\n",
        "      chromosome=str(vcf_row.CHROM),\n",
        "      position=int(vcf_row.POS),\n",
        "      reference_bases=vcf_row.REF,\n",
        "      alternate_bases=vcf_row.ALT,\n",
        "      name=vcf_row.ID,\n",
        "  )\n",
        "  return variant\n",
        "\n",
        "\n",
        "def inference_df(\n",
        "    qtl_df: pd.DataFrame,\n",
        "    input_sequence_length: int,\n",
        ") -\u003e pd.DataFrame:\n",
        "  \"\"\"Returns a pd.DataFrame with variants and intervals ready for inference.\"\"\"\n",
        "  df = []\n",
        "  for _, row in qtl_df.iterrows():\n",
        "    variant = vcf_row_to_variant(row)\n",
        "\n",
        "    interval = genome.Interval(\n",
        "        chromosome=row['CHROM'], start=row['POS'], end=row['POS']\n",
        "    ).resize(input_sequence_length)\n",
        "\n",
        "    df.append({\n",
        "        'interval': interval,\n",
        "        'variant': variant,\n",
        "        'output': row['output'],\n",
        "        'variant_id': row['ID'],\n",
        "        'POS': row['POS'],\n",
        "        'REF': row['REF'],\n",
        "        'ALT': row['ALT'],\n",
        "        'CHROM': row['CHROM'],\n",
        "    })\n",
        "  return pd.DataFrame(df)\n",
        "\n",
        "\n",
        "def coarse_grained_mute_groups(eval_df):\n",
        "  grp = []\n",
        "  for row in eval_df.itertuples():\n",
        "    if row.POS \u003e= 47239290:  # MUTE site.\n",
        "      if row.ALT_len \u003e 4:\n",
        "        grp.append('MUTE' + '_other')\n",
        "      else:\n",
        "        grp.append('MUTE' + '_' + str(row.ALT_len))\n",
        "    else:\n",
        "      grp.append(str(row.POS) + '_' + str(row.ALT_len))\n",
        "\n",
        "  grp = pd.Series(grp)\n",
        "  return pd.Categorical(grp, categories=sorted(grp.unique()), ordered=True)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "jEGP__L4oK_E"
      },
      "source": [
        "# Assembling variant data"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 7,
      "metadata": {
        "colab": {
          "height": 241
        },
        "executionInfo": {
          "elapsed": 57,
          "status": "ok",
          "timestamp": 1761060577911,
          "user": {
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            "userId": ""
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          "user_tz": -60
        },
        "id": "U2Q-amDjkYVt",
        "outputId": "78fa7bc5-e181-4f7d-8ea5-77680ca3213e"
      },
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              "    \u003c/g\u003e\n",
              "\u003c/svg\u003e\n",
              "      \u003c/button\u003e\n",
              "\n",
              "\u003cstyle\u003e\n",
              "  .colab-df-quickchart {\n",
              "      --bg-color: #E8F0FE;\n",
              "      --fill-color: #1967D2;\n",
              "      --hover-bg-color: #E2EBFA;\n",
              "      --hover-fill-color: #174EA6;\n",
              "      --disabled-fill-color: #AAA;\n",
              "      --disabled-bg-color: #DDD;\n",
              "  }\n",
              "\n",
              "  [theme=dark] .colab-df-quickchart {\n",
              "      --bg-color: #3B4455;\n",
              "      --fill-color: #D2E3FC;\n",
              "      --hover-bg-color: #434B5C;\n",
              "      --hover-fill-color: #FFFFFF;\n",
              "      --disabled-bg-color: #3B4455;\n",
              "      --disabled-fill-color: #666;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart {\n",
              "    background-color: var(--bg-color);\n",
              "    border: none;\n",
              "    border-radius: 50%;\n",
              "    cursor: pointer;\n",
              "    display: none;\n",
              "    fill: var(--fill-color);\n",
              "    height: 32px;\n",
              "    padding: 0;\n",
              "    width: 32px;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart:hover {\n",
              "    background-color: var(--hover-bg-color);\n",
              "    box-shadow: 0 1px 2px rgba(60, 64, 67, 0.3), 0 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "    fill: var(--button-hover-fill-color);\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart-complete:disabled,\n",
              "  .colab-df-quickchart-complete:disabled:hover {\n",
              "    background-color: var(--disabled-bg-color);\n",
              "    fill: var(--disabled-fill-color);\n",
              "    box-shadow: none;\n",
              "  }\n",
              "\n",
              "  .colab-df-spinner {\n",
              "    border: 2px solid var(--fill-color);\n",
              "    border-color: transparent;\n",
              "    border-bottom-color: var(--fill-color);\n",
              "    animation:\n",
              "      spin 1s steps(1) infinite;\n",
              "  }\n",
              "\n",
              "  @keyframes spin {\n",
              "    0% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "      border-left-color: var(--fill-color);\n",
              "    }\n",
              "    20% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    30% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    40% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    60% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    80% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "    90% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "  }\n",
              "\u003c/style\u003e\n",
              "\n",
              "      \u003cscript\u003e\n",
              "        async function quickchart(key) {\n",
              "          const quickchartButtonEl =\n",
              "            document.querySelector('#' + key + ' button');\n",
              "          quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n",
              "          quickchartButtonEl.classList.add('colab-df-spinner');\n",
              "          try {\n",
              "            const charts = await google.colab.kernel.invokeFunction(\n",
              "                'suggestCharts', [key], {});\n",
              "          } catch (error) {\n",
              "            console.error('Error during call to suggestCharts:', error);\n",
              "          }\n",
              "          quickchartButtonEl.classList.remove('colab-df-spinner');\n",
              "          quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
              "        }\n",
              "        (() =\u003e {\n",
              "          let quickchartButtonEl =\n",
              "            document.querySelector('#df-0dfb1fa0-89dc-495c-a5b7-6d98c4f43b4f button');\n",
              "          quickchartButtonEl.style.display =\n",
              "            google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "        })();\n",
              "      \u003c/script\u003e\n",
              "    \u003c/div\u003e\n",
              "    \u003c/div\u003e\n",
              "  \u003c/div\u003e\n"
            ],
            "text/plain": [
              "            ID CHROM       POS  ... output      Study ID  Study Variant ID\n",
              "0       Jurkat  chr1  47239296  ...      1  Mansour_2014               NaN\n",
              "1       MOLT-3  chr1  47239296  ...      1  Mansour_2014               NaN\n",
              "2    Patient_1  chr1  47239296  ...      1  Mansour_2014               NaN\n",
              "3    Patient_2  chr1  47239291  ...      1  Mansour_2014               NaN\n",
              "4  Patient_3-5  chr1  47239296  ...      1  Mansour_2014               NaN\n",
              "\n",
              "[5 rows x 8 columns]"
            ]
          },
          "metadata": {},
          "execution_count": 7
        }
      ],
      "source": [
        "# @title Define variants of interest\n",
        "\n",
        "\n",
        "def oncogenic_tal1_variants() -\u003e pd.DataFrame:\n",
        "  \"\"\"Returns a dataframe of oncogenic T-ALL variants that affect TAL1.\"\"\"\n",
        "  variant_data = \"\"\"\n",
        "ID\tCHROM\tPOS\tREF\tALT\toutput\tStudy ID\tStudy Variant ID\n",
        "Jurkat\tchr1\t47239296\tC\tCCGTTTCCTAACC\t1\tMansour_2014\n",
        "MOLT-3\tchr1\t47239296\tC\tACC\t1\tMansour_2014\n",
        "Patient_1\tchr1\t47239296\tC\tAACG\t1\tMansour_2014\n",
        "Patient_2\tchr1\t47239291\tCTAACC\tTTTACCGTCTGTTAACGGC\t1\tMansour_2014\n",
        "Patient_3-5\tchr1\t47239296\tC\tACG\t1\tMansour_2014\n",
        "Patient_6\tchr1\t47239296\tC\tACC\t1\tMansour_2014\n",
        "Patient_7\tchr1\t47239295\tAC\tTCAAACTGGTAACC\t1\tMansour_2014\n",
        "Patient_8\tchr1\t47239296\tC\tAACC\t1\tMansour_2014\n",
        "new 3' enhancer 1\tchr1\t47212072\tT\tTGGGTAAACCGTCTGTTCAGCG\t1\tSmith_2023\tUPNT802\n",
        "new 3' enhancer 2\tchr1\t47212074\tG\tGAACGTT\t1\tSmith_2023\tUPNT613\n",
        "intergenic SNV 1\tchr1\t47230639\tC\tT\t1\tLiu_2020\tSJALL043861_D1\n",
        "intergenic SNV 2\tchr1\t47230639\tC\tT\t1\tLiu_2020\tSJALL018373_D1\n",
        "SJALL040467_D1\tchr1\t47239296\tC\tAACC\t1\tLiu_2020\tSJALL040467_D1\n",
        "PATBGC\tchr1\t47239296\tC\tAACC\t1\tLiu_2017\tPATBGC\n",
        "PATBTX\tchr1\t47239296\tC\tACGGATATAACC\t1\tLiu_2017\tPATBTX\n",
        "PARJAY\tchr1\t47239296\tC\tACGGAATTTCTAACC\t1\tLiu_2017\tPARJAY\n",
        "PARSJG\tchr1\t47239296\tC\tAACC\t1\tLiu_2017\tPARSJG\n",
        "PASYAJ\tchr1\t47239296\tC\tAACC\t1\tLiu_2017\tPASYAJ\n",
        "PATRAB\tchr1\t47239293\tTTA\tCTAACGG\t1\tLiu_2017\tPATRAB\n",
        "PAUBXP\tchr1\t47239296\tC\tACC\t1\tLiu_2017\tPAUBXP\n",
        "PATENL\tchr1\t47239296\tC\tAACC\t1\tLiu_2017\tPATENL\n",
        "PARNXJ\tchr1\t47239296\tC\tACG\t1\tLiu_2017\tPARNXJ\n",
        "PASXSI\tchr1\t47239296\tC\tAACC\t1\tLiu_2017\tPASXSI\n",
        "PASNEH\tchr1\t47239296\tC\tACC\t1\tLiu_2017\tPASNEH\n",
        "PAUAFN\tchr1\t47239296\tC\tAACC\t1\tLiu_2017\tPAUAFN\n",
        "PARASZ\tchr1\t47239296\tC\tACC\t1\tLiu_2017\tPARASZ\n",
        "PARWNW\tchr1\t47239296\tC\tACC\t1\tLiu_2017\tPARWNW\n",
        "PASFKA\tchr1\t47239293\tTTA\tACCGTTAATCAA\t1\tLiu_2017\tPASFKA\n",
        "PATEIT\tchr1\t47239296\tC\tAC\t1\tLiu_2017\tPATEIT\n",
        "PASMHF\tchr1\t47239296\tC\tAC\t1\tLiu_2017\tPASMHF\n",
        "PARJNX\tchr1\t47239296\tC\tAC\t1\tLiu_2017\tPARJNX\n",
        "PASYWF\tchr1\t47239296\tC\tAC\t1\tLiu_2017\tPASYWF\n",
        "\"\"\"\n",
        "\n",
        "  return pd.read_table(io.StringIO(variant_data), sep='\\t')\n",
        "\n",
        "\n",
        "oncogenic_tal1_variants().head()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "BFIdSrssL33x"
      },
      "source": [
        "To get a sense of where these variants lie, we will visualize the variants in\n",
        "the table above in a ~30kb interval centered around the *TAL1* gene."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 8,
      "metadata": {
        "colab": {
          "height": 185
        },
        "executionInfo": {
          "elapsed": 339,
          "status": "ok",
          "timestamp": 1761060578559,
          "user": {
            "displayName": "",
            "userId": ""
          },
          "user_tz": -60
        },
        "id": "dKLY3YaOT0GP",
        "outputId": "2793a020-5ed3-40ce-8fc8-449f2e119349"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "\u003cFigure size 1440x144 with 2 Axes\u003e"
            ]
          },
          "metadata": {
            "image/png": {
              "height": 168,
              "width": 1147
            },
            "needs_background": "light"
          }
        }
      ],
      "source": [
        "# @title Visualise variant positions.\n",
        "\n",
        "# Define TAL1 interval.\n",
        "tal1_interval = genome.Interval(\n",
        "    chromosome='chr1', start=47209255, end=47242023, strand='-'\n",
        ")\n",
        "\n",
        "# Gather unique variant positions and plot labels.\n",
        "unique_positions = oncogenic_tal1_variants()['POS'].unique()\n",
        "unique_positions.sort()\n",
        "\n",
        "# Manually define labels to avoid overplotting.\n",
        "labels = [\n",
        "    '47212072, 47212074',\n",
        "    '',\n",
        "    '47230639',\n",
        "    '47239291 - 47239296',\n",
        "    '',\n",
        "    '',\n",
        "    '',\n",
        "]\n",
        "\n",
        "# Build plot.\n",
        "_ = plot_components.plot(\n",
        "    [\n",
        "        plot_components.TranscriptAnnotation(\n",
        "            transcript_extractor.extract(tal1_interval)\n",
        "        ),\n",
        "    ],\n",
        "    annotations=[\n",
        "        plot_components.VariantAnnotation(\n",
        "            [\n",
        "                genome.Variant(\n",
        "                    chromosome='chr1',\n",
        "                    position=x,\n",
        "                    reference_bases='N',\n",
        "                    alternate_bases='N',\n",
        "                )\n",
        "                for x in unique_positions\n",
        "            ],\n",
        "            labels=labels,\n",
        "            use_default_labels=False,\n",
        "        )\n",
        "    ],\n",
        "    interval=tal1_interval,\n",
        "    title='Positions of variants near TAL1',\n",
        ")"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "dpFi65J3kYVt"
      },
      "source": [
        "From the plot, we can see that the *TAL1* gene is transcribed from right to left\n",
        "as it is on the (-) strand.\n",
        "\n",
        "From right to left, we see three positional groups:\n",
        "\n",
        "1.  a cluster of several 5’ variants upstream of *TAL1*\n",
        "    ([Mansour et al. 2014](https://pubmed.ncbi.nlm.nih.gov/25394790/),\n",
        "    [Liu et al. 2017](https://pubmed.ncbi.nlm.nih.gov/28671688/)). This is also\n",
        "    called the MuTE (“mutation of the TAL1 enhancer”) site.\n",
        "1.  an intronic variant\n",
        "    ([Liu et al. 2020](https://pubmed.ncbi.nlm.nih.gov/32632335/)).\n",
        "1.  a 3’ cluster of two variants downstream of *TAL1*\n",
        "    ([Smith et al. 2023](https://pubmed.ncbi.nlm.nih.gov/36632736/)).\n",
        "\n",
        "In the original studies, all three variant groups were shown to converge on a\n",
        "common mechanism: upregulation of the *TAL1* oncogene."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "27D5FSnDX1pw"
      },
      "source": [
        "# Exploring individual variant outcomes\n",
        "\n",
        "Next, let's plot the predicted effect of one of these variants."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 9,
      "metadata": {
        "executionInfo": {
          "elapsed": 54,
          "status": "ok",
          "timestamp": 1761060578948,
          "user": {
            "displayName": "",
            "userId": ""
          },
          "user_tz": -60
        },
        "id": "AenSItCfX34z",
        "outputId": "1cad699b-31ff-480e-906e-f89d68e2ff3e"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Variant(chromosome='chr1', position=47239296, reference_bases='C', alternate_bases='CCGTTTCCTAACC', name='Jurkat')"
            ]
          },
          "metadata": {},
          "execution_count": 9
        }
      ],
      "source": [
        "# Define the variant of interest.\n",
        "variant = vcf_row_to_variant(oncogenic_tal1_variants().iloc[0])\n",
        "variant"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 10,
      "metadata": {
        "id": "usoOQGaFYXXW"
      },
      "outputs": [],
      "source": [
        "# Define the ontology of interest\n",
        "ontology_terms = ['CL:0001059']"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "LFKfK8INYZpA"
      },
      "source": [
        "To make predictions relevant to a specific biological context, we provide the\n",
        "model with an ontology term. Here, we use `CL:0001059'` which corresponds to\n",
        "[\"common myeloid progenitor, CD34-positive\"](https://www.ebi.ac.uk/ols4/ontologies/cl/classes/http%3A%2F%2Fpurl.obolibrary.org%2Fobo%2FCL_0001059).\n",
        "This is a close match to the tissue-of-origin reported in\n",
        "[Mansour et al. 2014](https://pubmed.ncbi.nlm.nih.gov/25394790/) (\"purified\n",
        "normal hematopoietic stem cell samples (CD34)\"), which used purified\n",
        "hematopoietic stem cells based on CD34 marker expression.\n",
        "\n",
        "To make predictions, we'll specify the `interval` (resized to an input sequence\n",
        "length of 2^20 = 1,048,576 bp). We'll also pass in our `requested_outputs`\n",
        "field, which indicates to the model to predict three types of outputs: RNA-seq\n",
        "(a measure of gene expression), DNAse-seq (a measure of DNA accessibility), and\n",
        "ChIP-Histone (a measure of histone modifications, which can indicate active or\n",
        "repressed chromatin states)."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 11,
      "metadata": {
        "id": "pRv5MT9hkYVt"
      },
      "outputs": [],
      "source": [
        "# Make predictions for sequences containing the REF and ALT alleles.\n",
        "output = dna_model.predict_variant(\n",
        "    interval=tal1_interval.resize(2**20),\n",
        "    variant=variant,\n",
        "    requested_outputs={\n",
        "        dna_client.OutputType.RNA_SEQ,\n",
        "        dna_client.OutputType.CHIP_HISTONE,\n",
        "        dna_client.OutputType.DNASE,\n",
        "    },\n",
        "    ontology_terms=ontology_terms,\n",
        ")"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "76xYbH_mNFqV"
      },
      "source": [
        "We will use some of the plotting tools provided with the\n",
        "`alphagenome.visualization` package to build our plot."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 12,
      "metadata": {
        "colab": {
          "height": 634
        },
        "executionInfo": {
          "elapsed": 1853,
          "status": "ok",
          "timestamp": 1761060583640,
          "user": {
            "displayName": "",
            "userId": ""
          },
          "user_tz": -60
        },
        "id": "KmQMwe1MkYVt",
        "outputId": "70fe4b48-05ef-4ddb-f57b-3b69bccf9293"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "\u003cFigure size 1440x720 with 10 Axes\u003e"
            ]
          },
          "metadata": {
            "image/png": {
              "height": 617,
              "width": 1488
            },
            "needs_background": "light"
          }
        }
      ],
      "source": [
        "# Build plot.\n",
        "transcripts = transcript_extractor.extract(tal1_interval)\n",
        "_ = plot_components.plot(\n",
        "    [\n",
        "        plot_components.TranscriptAnnotation(transcripts),\n",
        "        # RNA-seq tracks.\n",
        "        plot_components.Tracks(\n",
        "            tdata=output.alternate.rna_seq.filter_to_nonpositive_strand()\n",
        "            - output.reference.rna_seq.filter_to_nonpositive_strand(),\n",
        "            ylabel_template='{biosample_name} ({strand})\\n{name}',\n",
        "            filled=True,\n",
        "        ),\n",
        "        # DNAse tracks.\n",
        "        plot_components.Tracks(\n",
        "            tdata=output.alternate.dnase.filter_to_nonpositive_strand()\n",
        "            - output.reference.dnase.filter_to_nonpositive_strand(),\n",
        "            ylabel_template='{biosample_name} ({strand})\\n{name}',\n",
        "            filled=True,\n",
        "        ),\n",
        "        # Chip histone.\n",
        "        plot_components.Tracks(\n",
        "            tdata=output.alternate.chip_histone.filter_to_nonpositive_strand()\n",
        "            - output.reference.chip_histone.filter_to_nonpositive_strand(),\n",
        "            ylabel_template='{biosample_name} ({strand})\\n{name}',\n",
        "            filled=True,\n",
        "        ),\n",
        "    ],\n",
        "    annotations=[plot_components.VariantAnnotation([variant])],\n",
        "    interval=tal1_interval,\n",
        "    title=(\n",
        "        'Effect of variant on predicted RNA Expression, DNAse, and ChIP-Histone'\n",
        "        f' in CD34 positive HSC.\\n{variant=}'\n",
        "    ),\n",
        ")"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "D-uwrpfoNOGp"
      },
      "source": [
        "This plot shows the difference between model predictions for the alternate\n",
        "sequence (in which in `alternate_bases`, \"CCGTTTCCTAACC\", have been inserted\n",
        "into the genome at chromosome 1, position 47239296) and the reference sequence.\n",
        "\n",
        "Interpreting this plot, we can see that:\n",
        "\n",
        "-   RNA-seq coverage is above the horizontal, meaning that *TAL1* is increased\n",
        "    in the presence of the alternate sequence relative to the reference\n",
        "    sequence.\n",
        "-   DNAse-seq indicate changing accessibility near the site of the variant, and\n",
        "    increased accessibility near the transcription start site of *TAL1*.\n",
        "-   An increase in H3K27ac and H3K4me1 centered directly on the variant's\n",
        "    location, which mark active enhancers.\n",
        "-   An increase in H3K4me3 near the transcription start site of *TAL1*, which\n",
        "    mark active promoters.\n",
        "-   An increase in H3K36me3 over the gene body, which mark actively transcribed\n",
        "    genes.\n",
        "-   A decrease in H3K27me3 and H3K9me3, which are associated with silencing.\n",
        "\n",
        "Taken together, the model predicts the variant creates a de novo active enhancer\n",
        "element that activates the TAL1 promoter, leading to robust gene transcription."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "YlMS6y1Stx4x"
      },
      "source": [
        "# Comparing predicted TAL1 expression change for cancer associated variants, compared to randomly shuffled variants\n",
        "\n",
        "Next, we will compare *TAL1* expression changes for these cancer associated\n",
        "mutations, with synthetic, shuffled mutations at those same positions.\n",
        "\n",
        "To do this, we will:\n",
        "\n",
        "1.  Generate a set of shuffled background variants.\n",
        "\n",
        "1.  Use `score_variant` to return a scalar value for each variant corresponding\n",
        "    to the magnitude of predicted *TAL1* gene expression change in the presence of\n",
        "    the alternate allele (relevative to the referenece allele).\n",
        "\n",
        "1.  Plot the predicted *TAL1* expression change, comparing background variants to\n",
        "    cancer associated ones.\n",
        "\n",
        "The shuffled background variants will be matched to cancer associated variants,\n",
        "grouped by position and the length of the `alternate_bases`."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 13,
      "metadata": {
        "id": "7OoINJM_kYVt"
      },
      "outputs": [],
      "source": [
        "# Preparing variant groups\n",
        "eval_df = oncogenic_and_background_variants(\n",
        "    input_sequence_length=2**20, number_of_background_variants=3\n",
        ")\n",
        "\n",
        "# Additional annotations and variant groups.\n",
        "eval_df['ALT_len'] = eval_df['ALT'].str.len()\n",
        "eval_df['variant_group'] = (\n",
        "    eval_df['POS'].astype(str) + '_' + eval_df['ALT_len'].astype(str)\n",
        ")\n",
        "eval_df['output'] = eval_df['output'].fillna(0) != 0\n",
        "eval_df['coarse_grained_variant_group'] = coarse_grained_mute_groups(eval_df)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 14,
      "metadata": {
        "id": "6SPQ6zhukYVt",
        "colab": {}
      },
      "outputs": [],
      "source": [
        "# Score the variants in eval. Takes a minute or so.\n",
        "\n",
        "scores = dna_model.score_variants(\n",
        "    intervals=eval_df['interval'].to_list(),\n",
        "    variants=eval_df['variant'].to_list(),\n",
        "    variant_scorers=[variant_scorers.RECOMMENDED_VARIANT_SCORERS['RNA_SEQ']],\n",
        "    max_workers=2,\n",
        ")\n",
        "clear_output()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "wqxRfVr0UvW0"
      },
      "source": [
        "The scores contain values for all genes in the interval, and all RNA-seq tracks\n",
        "in the model output. We'll filter down to *TAL1* and CD34-positive cells."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 15,
      "metadata": {
        "id": "KdLN9HpjVToz"
      },
      "outputs": [],
      "source": [
        "# Find the index corresponding to the TAL1 gene.\n",
        "gene_index = scores[0][0].obs.query('gene_name == \"TAL1\"').index[0]\n",
        "# Find the index for our cell type of interest.\n",
        "cell_type_index = (\n",
        "    scores[0][0].var.query('ontology_curie == \"CL:0001059\"').index[0]\n",
        ")\n",
        "\n",
        "\n",
        "def get_tal1_score_for_cd34_cells(score_data):\n",
        "  \"\"\"Extracts the TAL1 expression score in CD34+ cells from the model output.\"\"\"\n",
        "  # Return the specific score.\n",
        "  return score_data[gene_index, cell_type_index].X[0, 0]\n",
        "\n",
        "\n",
        "eval_df['tal1_diff_in_cd34'] = [\n",
        "    get_tal1_score_for_cd34_cells(x[0]) for x in scores\n",
        "]"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "5GjULd0vY6BH"
      },
      "source": [
        "Finally, we'll loop through each group and make a plot."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 16,
      "metadata": {
        "id": "an-Ct99IwdlF"
      },
      "outputs": [],
      "source": [
        "plot_df = eval_df.loc[eval_df.REF != eval_df.ALT]\n",
        "\n",
        "# Turn variant into a string for easier processing\n",
        "plot_df['variant'] = plot_df['variant'].astype(str)\n",
        "\n",
        "plot_df = plot_df.loc[\n",
        "    :,\n",
        "    [\n",
        "        'variant',\n",
        "        'output',\n",
        "        'tal1_diff_in_cd34',\n",
        "        'coarse_grained_variant_group',\n",
        "    ],\n",
        "].drop_duplicates()\n",
        "\n",
        "facet_title_by_group = {\n",
        "    '47212072_22': 'chr1:47212072\\n21 bp ins.',\n",
        "    '47212074_7': 'chr1:47212072\\n21 bp ins.',\n",
        "    '47230639_1': 'chr1:47230639\\nSNV',\n",
        "    'MUTE_2': 'chr1:47239296\\n1 bp ins.',\n",
        "    'MUTE_3': 'chr1:47239296\\n2 bp ins.',\n",
        "    'MUTE_4': 'chr1:47239296\\n3 bp ins.',\n",
        "    'MUTE_other': 'chr1:47239296\\n7-18 bp ins.',\n",
        "}\n",
        "\n",
        "plt_dict = {}\n",
        "plt_list = []\n",
        "for group in plot_df.coarse_grained_variant_group.unique():\n",
        "  subplot_df = pd.concat(\n",
        "      [plot_df.assign(plot_group='density'), plot_df.assign(plot_group='rain')]\n",
        "  )\n",
        "  subplot_df = subplot_df[subplot_df.coarse_grained_variant_group == group]\n",
        "  subplot_df = subplot_df[\n",
        "      ~((subplot_df.plot_group == 'density') \u0026 (subplot_df.output))\n",
        "  ]\n",
        "\n",
        "  col_width = np.ptp(subplot_df.tal1_diff_in_cd34) / 200\n",
        "  subplot_df['col_width'] = subplot_df['output'].map(\n",
        "      {True: 1.5 * col_width, False: 1.25 * col_width}\n",
        "  )\n",
        "\n",
        "  plt_ = (\n",
        "      gg.ggplot(subplot_df)\n",
        "      + gg.aes(x='tal1_diff_in_cd34')\n",
        "      + gg.geom_col(\n",
        "          gg.aes(\n",
        "              y=1,\n",
        "              width='col_width',\n",
        "              fill='output',\n",
        "              x='tal1_diff_in_cd34',\n",
        "              alpha='output',\n",
        "          ),\n",
        "          data=subplot_df[subplot_df['plot_group'] == 'rain'],\n",
        "      )\n",
        "      + gg.geom_density(\n",
        "          gg.aes(\n",
        "              x='tal1_diff_in_cd34',\n",
        "              fill='output',\n",
        "          ),\n",
        "          data=subplot_df[subplot_df['plot_group'] == 'density'],\n",
        "          color='white',\n",
        "      )\n",
        "      + gg.facet_wrap('~output + plot_group', nrow=1, scales='free_x')\n",
        "      + gg.scale_alpha_manual({True: 1, False: 0.3})\n",
        "      + gg.scale_fill_manual({True: '#FAA41A', False: 'gray'})\n",
        "      + gg.labs(title=facet_title_by_group[group])\n",
        "      + gg.theme_minimal()\n",
        "      + gg.geom_vline(xintercept=0, linetype='dotted')\n",
        "      + gg.theme(\n",
        "          figure_size=(1.2, 3),\n",
        "          legend_position='none',\n",
        "          axis_text_x=gg.element_blank(),\n",
        "          panel_grid_major_x=gg.element_blank(),\n",
        "          panel_grid_minor_x=gg.element_blank(),\n",
        "          strip_text=gg.element_blank(),\n",
        "          axis_title_y=gg.element_blank(),\n",
        "          axis_title_x=gg.element_blank(),\n",
        "          plot_title=gg.element_text(size=9),\n",
        "      )\n",
        "      + gg.scale_y_reverse()\n",
        "      + gg.coord_flip()\n",
        "  )\n",
        "\n",
        "  plt_dict[group] = plt_\n",
        "clear_output()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "C701Ry1udgbm"
      },
      "source": [
        "Now we can pick a plot and visualize. Each plot indicates the predicted\n",
        "expression level of a group of variants. In these plots, the y-axis is the\n",
        "change in *TAL1* expression in the presence of the alternative allele relative\n",
        "to the reference allele.\n",
        "\n",
        "Across the x-axis, there are three visualizations:\n",
        "\n",
        "1.  A density plot of *TAL1* expression of shuffled variants (gray)\n",
        "1.  The individual *TAL1* expression data points for the shuffled variants\n",
        "    underlying the density plot (gray).\n",
        "1.  The individual *TAL1* expression data points for the cancer associated\n",
        "    variants in the group (orange).\n",
        "\n",
        "Here are a few examples:"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 17,
      "metadata": {
        "colab": {
          "height": 317
        },
        "executionInfo": {
          "elapsed": 735,
          "status": "ok",
          "timestamp": 1761060697646,
          "user": {
            "displayName": "",
            "userId": ""
          },
          "user_tz": -60
        },
        "id": "t95SJWiGdVeD",
        "outputId": "e87090b3-899f-46cf-d2b7-4924bf7e5039"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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dSZLk/YZs1t+Bt+N/VHwR/g6Gr+Lvnvj2JEnuHqB+98V8wOJP/3wU/8EzHB/kDvw6vC1Jkv+uWg/rgO5KuR0wxqT/CUcnSfKXavZF4qItsEjEFGCRiCnAIhFTgEUipkEskYhpCywSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEmqrdAZGB0n3b7jX1w1/Np843hdMU4NoyATguvP4psLqKfZFBoADXloOAH4bXt6EA1zwFWGpW3i5nrdEglkjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFolYydvKWmt3Bb4GWGAc/j7DM4AbnHN3Vbowa+0I4APA+4CDgb2BZuBV4DHg5865P5YxnwOBLwOTgV2ARcBfgKucczMr7ZdIrEyS5P/6hLV2AvAgMCZMWgm0AI3h/XXOufMrWZi1dg7w5syk9UA3MDwz7TbgLOfcxiLzOAW4GR98gOXAzuH1BuBM59ztlfSrhpwB3BJejwW6qtgXGQS5u9DW2qGAw4e3HTjQObcTMAK4BEiA86y1Z1e4vGZgFnAh8Bbn3A7OuRHAXsDPQ51TgcuL9GsCcFOYzx3AWOfcSPwf6x3AEOBma+1bK+yXSJSKfQf+DLAPfpd5Srpb6pxb65y7Arg+1LvcWttcZB55zgQmOueudc49l050zr3snPs08O9h0rnW2mE57b+DD+kM4DTnXFdo3wWcBjwJDA31RGpesQCfFp6nOudeySm/Er8VbgOOLndhzrn/dc6V+sW4X4TnFmCLrai1dmf892eAqwt3scP7q3uq2xHl9kskVlsF2Fo7HDgkvL03r5Fzbh7QEd4e04/9WZN53VhQdjh+6wtwX5H26fShob5ITcvbAo8H0h+Fml2ibVq2Xz/2Z3J43gA8V1CWLmehc25xXmPn3CL8iHZ/90tku5R3GGls5nVnibbzc+r3Wdjl/Vp4e6dzbkWRfpXqU9qvMeX0q7Ozc15FndzOtbS0tIwcORKArq6uGa2trW1pWa2ta562trZxUF/rmhfg7CGdNTnlhWXb/F3TWmvwh4Z2B5YBXy/Rr1J9qrRfu5dRJxoFhwQLP8Bqal17UTfrui2/D9yfv736A+BEYDNwdpGBs3JV0q/5vVeJhzGmBRgV3i4oKK6pde1F3axrXoBXZV63AIW7stky8Cd49Jm19pv4s6oS4NMlzvBK+9VSpLzifqW7ITXk9RM5WltbJ2ULanBdi6qndc0bxMp+crfllBeWFX7Sl81aewnw7fD2i865/yhRPV1OqT71S79EYpEX4GfwW0OACSXapmUdJeoUZa39KvDd8PZC59y/9dIkXc5u1tpdisxzV3pO/exTv0RislWAnXOrgMfD2+PyGllrx9FzmObBShdqrb0Y+H54+zXn3LVlNJuGP28a/MUQeY4NzxuARyrtl0hsip2JNTU8n2yt3SOn/Cv4waIFVBhga+2FwFXh7aXOuR+U0845txy4O7y9yFq7xYke1tom4KKe6lsdhhKpOcUCfCMwF9gR+IO1diKAtXaYtfZrwDmh3jecc93ZhtbaudbaxFp7c+FMrbXnAP8a3n7bOffdwjq9+CZ+KzwJuM1a2xrm2wr8MkzfAFxW4XxFolTqcsL98VvX9PvmCvwIbzpy/RPn3Dk57ebiry66xTl3VkHZZnoO8yzspW/nO+fuyJn/6cB/hH4k9FxOaPDhPss5N7WwXZ3Q5YR1pugdOZxz7fiBqmuBF/DnF68AHgA+khfeMmSP0e7WyyPvaiScc7cChwK34/9AdwzPvwIOrePwSh0qugWWKGkLXGd0TyyRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSsaZqd6Cauru7J1W7D/2psbFxr4YG/5m8cePG/ZuamrrSslpb1zzNzc0zoL7W1SRJUu2+VE13d3dNrbwxhqYm/5nc3d1Nc3OzSctqbV3zpOtbT+ta11tg4KBqd6A/NTQ0TAG+A2CMObaguKbWtRd1s651vQWuQWcAt4TXY4GuEnWlBmgQSyRiCrBIxBRgkYgpwCIRU4BFIqYAi0RMARaJmAIsEjEFWCRiCrBIxBRgkYgpwCIRU4BFIqYAi0RMARaJmAIsEjEFWCRiCrBIxBRgkYgpwCIRU4BFIqYAi0RMARaJmAIsEjEFWCRiCrBIxBRgkYgpwCIRU4BFIqYAi0RMARaJmAIsEjEFWCRiCrBIxBRgkYgpwCIRU4BFIqYAi0RMARaJmAIsEjEFWCRiCrBIxBRgkYgpwCIRU4BFIqYAi0SsqVShtXZX4GuABcYBq4EZwA3OubsqXZi1tgk4CpgEHBSe3wwY4EfOuQt6aX8zcGYvi5ntnHtbpX0TiVHRAFtrJwAPAmPCpJXASOC9wHuttdc5586vcHnjgPv70M9C64DlRcoW98P8RaKQG2Br7VDA4cPbDpzunJtprR0GXAB8FzjPWvuUc+6mCpe5EpgJPIHfml8IHFjhPO5wzp1VYRuRmlNsC/wZYB/8LvMU59wrAM65tcAV1tqxwLnA5dbaXzrnustc3svAzs65JJ1grf1En3svUueKBfi08Dw1DW+BK4FzgDbgaOC+chbmnNtccQ9FpKitRqGttcOBQ8Lbe/MaOefmAR3h7TED0zUR6U3eFng8flQYYHaJtrOBCcB+/d2pMhxjrZ0D7Ikf0HoeuAe43jm3sAr9EamKvOPAYzOvO0u0nZ9Tf7CMA/bGf0cfjj8cdSnQYa3VHoHUjbwt8PDM6zUl2qZlI/qvO72aAfwVuBuY55zbbK0dgT9OfRX+w+Qua+1BzrnneptZZ2fnvAHt7SBraWlpGTlyJABdXV0zWltb29KyWlvXPG1tbeOgvta15IkcvTC9V+lfzrnrcqatBG6z1k4DngRGAd8CTiljlrv3awerLEmS7NvCPaOaWtde1M265gV4VeZ1C7CiSNuW8LyyX3vUR865l6y11wPfAKZYaxvKGPWe30t5VIwxLfgPMIAFBcU1ta69qJt1zQtw9j++jeIBTnfPCv9Qqumv4XknYDSwqFTldDekhpwB3ALQ2to6KVtQg+taVD2ta94g1jNAui82oUTbtKyjRJ1qSnqvIhK3rQLsnFsFPB7eHpfXyFo7jp7DRw8OTNf65LDwvBJ4rZodERkMxS4nnBqeT7bW7pFT/hX8INYCBinA1tqSg2bW2j2BL4a39+isL6kHxUahb8RftLA38Adr7enOuafDxQzn40+jBPhG4XnQ1tq5wF7ALXkXHFhrdwaaM5PS1ztYa3fJTF/jnMsexjrNWnsCcCswzTm3OMxvR3oOI70Bf2z4W0XXWKSG5AbYObfOWmvxW9eJwExr7Qr8yHPa5ifOuV/0YZm/w18TXOiz4ZH6NlsGsRE4MTyw1q4C1uNHXdM9icXAyc65Z/vQL5HoFL0jh3OuHT9QdS3wAjAUPyL9APAR59w5xdoOkD/jz7b6I/B3YDOwM7AUeBi4BHirc64/rjcWiYIpOPgvcXv9MBL+RI6uKvZFBoHuiSUSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLRKyp2h2opu7u7knV7kN/amxs3KuhwX8mb9y4cf+mpqautKzW1jVPc3PzDKivdTVJklS7L1XT3d1dUytvjKGpyX8md3d309zcbNKyWlvXPOn61tO61vUWGDio2h3oTw0NDVOA7wAYY44tKK6pde1F3axrXW+Ba9AZwC3h9Vigq0RdqQEaxBKJmAIsEjEFWCRiCrBIxBRgkYgpwCIRU4BFIqYAi0RMARaJmAIsEjEFWCRiCrBIxBRgkYgpwCIRU4BFIqYAi0RMARaJmAIsEjEFWCRiCrBIxBRgkYgpwCIRU4BFIqYAi0RMARaJmAIsEjEFWCRiCrBIxBRgkYgpwCIRU4BFIqYAi0RMARaJmAIsEjEFWCRiCrBIxBRgkYgpwCIRU4BFIqYAi0RMARaJmAIsEjEFWCRiCrBIxBRgkYgpwCIRaypVaK3dFfgaYIFxwGpgBnCDc+6uShdmrW0CjgImAQeF5zcDBviRc+6CMudzIPBlYDKwC7AI+AtwlXNuZqX9EolV0S2wtXYCMAu4CB+ybmAk8F7gt9baH/VheeOA+4ErgZOAffHhLZu19hTgMeAUoA1YC+wOnAo8Zq39pz70SyRKuQG21g4FHDAGaAcOdM7tBIwALgES4Dxr7dl9WOZKYBrwI+BM4KlyG4YPlZuAZuAOYKxzbiQwNrwfAtxsrX1rH/olEp1iW+DPAPvgd5mnpLulzrm1zrkrgOtDvcuttc0VLO9lYGfn3BHOuQucc/8JLK+g/XfwIZ0BnOac6wr96gJOA54EhoZ6IjWvWIBPC89TnXOv5JRfid8KtwFHl7sw59xm51xSWRc9a+3OwAfC26udcxsL5r0RuLqnuh3Rl+WIxGSrAFtrhwOHhLf35jVyzs0DOsLbYwama1s5HL/1BbivSJ10+tBQX6Sm5W2Bx9MzsDS7RNu0bL9+7VFx6XIWOucW51Vwzi0CXi2oL1Kz8g4jjc287izRdn5O/YGULqdUn8D3awxl9Kuzs3PetnZqe9LS0tIycuRIALq6uma0tra2pWW1tq552traxkF9rWtegIdnXq8pMY+0bLC+a6b9KtWnbHk5/dq9793Z/iTJFsMLhR9gNbWuvaibdS15IkcvKjp+O4gq6df83qvEwxjTAowKbxcUFNfUuvaibtY1L8CrMq9bgBVF2raE55X92qPi0n61lKxVQb/S3ZAacgZwC0Bra+ukbEENrmtR9bSueYNY2U/utpzywrLCT/qBki6nVJ+y5YPVL5GqyQvwM/hjvAATSrRNyzpK1OlP6XJ2s9buklchnLs9pqC+SM3aKsDOuVXA4+HtcXmNrLXj6DlM8+DAdG0r0/DnYwO8r0idY8PzBuCRAe+RSJUVOxNrang+2Vq7R075V/CDRQsYpAA755YDd4e3F1lrG7Pl4Uqni3qqu2Lf3UVqRrFR6BuBC4C9gT9Ya093zj1trR0GnA+cE+p9wznXnW1orZ0L7AXc4pw7q3DG4ZTI7PnT6esdCnaN1zjnCg8ZfROYgr8M8TZr7QXOuS5rbStwbZi+Abis2AqL1JLcLbBzbh3+GuDFwERgprV2OX5E+gr81vcnzrlf9GGZv8Nfv5s+3hmmf7Zg+ldy+tUOfBLYiL8csdNauxR/csdJ+F3ss51z+v4rdaHo9cAhLBPwW7YX8OcXrwAeAD7inDunWNuB5Jy7FTgUuB3oAnYMz78CDnXOTS3RXKSmmIKzdyRurx8Hxp+J1VXFvsgg0D2xRCKmAItETAEWiZgCLBIxBVgkYgqwSMQUYJGIKcAiEVOARSKmAItETAEWiZgCLBIxBVgkYgqwSMQUYJGIKcAiEVOARSKmAItETAEWiZgCLBIxBVgkYgqwSMQUYJGIKcAiEVOARSKmAItETAEWiZgCLBIxBVgkYgqwSMQUYJGIKcAiEVOARSKmAItETAEWiZgCLBIxBVgkYgqwSMQUYJGIKcAiEVOARSKmAItETAEWiZgCLBIxBVgkYgqwSMSaqt2Bauru7p5U7T70p8bGxr0aGvxn8saNG/dvamrqSstqbV3zNDc3z4D6WleTJEm1+1I13d3dNbXyxhiamvxncnd3N83NzSYtq7V1zZOubz2ta11vgYGDqt2B/tTQ0DAF+A6AMebYguKaWtde1M261vUWuAadAdwSXo8FukrUlRqgQSyRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGJNpQqttbsCXwMsMA5YDcwAbnDO3dXXhVprm4FzgVOBfcPk54DbgOudc91F2t0MnNnL7Gc7597W176JxKToFthaOwGYBVwEvBnoBkYC7wV+a639UV8WaK0dDjwMXA1MAprD4yDgX4H/tdbu2Mts1gELizwW96VfIjHK3QJba4cCDhgDtAOnO+dmWmuHARcA3wXOs9Y+5Zy7qcJl3ggcBiwDzgZ+F6Z/CLgJeAdwA6W3tHc4586qcLkiNafYFvgzwD74XeYpzrmZAM65tc65K4DrQ73Lw+5wWay1E4GTw9tPOOfucs4l4XEX8MlQdrq1VrvBIr0oFuDTwvNU59wrOeVXAgnQBhxdwfJOBQwwxzn328JC59xvgDmhzikVzFekLm0V4PAd9ZDw9t68Rs65eUBHeHtMBct7d6n5Bvf1Yb4idSnvO/B4/BYQYHaJtrOBCcB+5SzIWmvCvMuZb9qPYo6x1s4B9sQPaD0P3IMfwV5YTn9EakFegMdmXneWaDs/p34pI4B0dLmc+Y6w1g53zq3KqTMO2AisBHbGj2ZPAr5grf24c+6BcjrU2dk5r6yeR6KlpaVl5MiRAHR1dc1obW1tS8tqbV3ztLW1jYP6Wte8AA/PvF5TYh5p2Ygyl1npfNN5ZwM8A/grcDcwzzm32Vo7An+c+ir8h8ld1tqDnHPPldGn3cvqeSSSJMm+Lfxgral17UXdrGvJEzl6YXqv0r/zdc5dlzNtJXCbtXYa8CQwCvgW5Q2Cze+9SjyMMS349QdYUFBcU+vai7pZ17wAZ7d4LcCKIm1bwvPKMpdVON9ismXlzhvn3EvW2uuBbwBTrLUNzrnNpdqkuyE15AzgFoDW1tZJ2YIaXNei6mld8w4jZT+523LKC8sKP+mLWYk/rlzufFcW+f5byl/D807A6ArbikQnL8DP4I/xgh9lLiYt6yhR53XOuSTMu9z5PlOiTjmS3quIxG2rAIet3uPh7XF5jay14+g5fPRgBctL676vRJ1j+zDf1GHheSXwWh/ai0Sl2JlYU8PzydbaPXLKv4IfbFpAZUH7VXje11r74cJCa+2J+KuTkkwf0rKSg2bW2j2BL4a39/T2/VekFpiCQw8AWGt3wO/C7g08jb+Y4elwMcP5wPfwAf6Uc+4XBW3nAnsBt+RdcGCtvR04CViKv5jBpUX4ixlGAb90zp1e0O504ATgVmCac25xmL4jPYeRdsd/zz7YOfdsRf8SteH1QSz8YaSuKvZFBkHuYSTn3DprrcVvXScCM621K/AjxGmbnxSGt0yfxl8ocQhwF7AW/2GwQyj/K/D5nHaNwInhgbV2FbAeH/h0T2IxcHKdhlfqUNHrgZ1z7fgBpWuBF4Ch+ENKDwAfcc6d05cFhuO2hwMX44/bbsKfVfVkmHZEkdHnPwOXAn8E/g5sxp+FtRR/ffElwFudc/f3pV8iMcrdhZZoaRe6zuieWCIRU4BFIqYAi0RMARaJmAIsEjEFWCRiCrBIxBRgkYgpwCIRU4BFIqYAi0RMARaJmAIsEjEFWCRiCrBIxBRgkYgpwCIRU4BFIqYAi0RMARaJmAIsEjEFWCRiCnBtGajfbJbtlAJcW7IB1g2/64ACXFuyAdaPu9UBBbi2ZP8/tQWuAwpwbdEWuM4owLVFW+A6owDXFm2B64wCXFu0Ba4zCnBtyf5/agtcBxTg2tKSeb22ar2QQaMA15bh4XktsKmaHZHBoQDXljTAq6raCxk0CnBtaQ3PS6raCxk0CnBteWN4frGqvZBBowDXjkZgfHj992p2RAaPAlw7DgBGhtf/V8V+yCBSgGvHxzOvH6xaL2RQKcC14Q3AZwBefPHFtUBXdbsjg0UBjp8BrgZGATz66KPLqtobGVQKcPwuAM4C6Ojo4LnnntMZWHVEAY6XAb4B/CvA0qVLufvuu6vbIxl0TdXugPTJrsANwEcBVq9ezW233caaNWuq2ysZdApwXBqAU/Fb3V0AFi1axNSpU1m2bFk1+yVVogDHwQBTgO8CE9OJTz31FH/6059Yv3591Tom1VXXAe7u7p5U7T70oqmxsfFYY8ypxpi3phOXLVvGPffcw5w5c7Zq0NjYOCRdr+bm5hnp9AjWdZul61tP61rXAQaeqHYHimloaKChoQFjeu6Ss3r1ah5++GGmT5/Opk35VwuOGDFiHD3rlb3Fzna7rv0oXd+6Wdd6D/BB1e5AyhizS2Nj47HA8caY/bJly5Yt47HHHuOJJ55gw4YNJeezcuXKecCHcoq2m3UdBHWzrnUd4OwuZpWMBD4CnAIcTcFPo8ydO5fHHnuMZ599liQp7xZXmzZt2pC3XtvBug6aelrXug5wlQzDD0idCrwfGJIt7OrqYtasWcyaNYvly5dXo38SEQV4cDQB78ZvaU8ERmQLly5dyqxZs2hvb2fRokXV6J9ESgEeOAY4DB/ak4Ax2cLVq1cze/Zs2tvbmTdvXjX6JzVAAe5/bwLOAE4D9skWrF+/nmeffZb29nZefPFFNm/WnV9l2yjA/WNn4GPAmcDh2YJNmzYxZ84c2tvbee6559i4cWNVOii1SQHeNhPxVwOdDOyQLZg7dy7t7e10dHSwbt26avRN6oACXDkDHAdcjB+Yet1rr73G008/zcyZM3VusgwKBbgy7wCuAt6VTti0aROzZs1ixowZvPzyy9XrmdQlBbg8LcCVSZJ8wYRzG9esWcP06dN5/PHHWbUqnvuof/vb3/5AtfvQny677LI/VLsP1aQA925PwAEHGGPYsGEDjzzyCI8++mivpzWKDDQFuLSxwJ8Jh4Oef/55fv/737NixYrq9kokUICLawBuJYR32rRpPPDAA9XtkUgBBbg4CxwDMH369JoJb71/Z6w1uqldcZ8DWLVqFffee2+1+yKSSwHO1wJMBpg1a5bOnpLtlgKc73BgKPiBK5HtlQKc73DwJ2no5AzZninA+Y4CWLBgAd3d3dXui0hRCvDW9gCOAHjxRf1OtmzfFOCtfZpwb6qZM2dWuSsipSnAW2oFLgJ46aWXWLJkSZW7I1KaArylbwM7Atx///1V7opI7xTgHvsBnwKYPXu27lMlUVCAe1wBNGzatKlmTpuU2qdzob134s99Zvr06SxdurTK3Rk4uh64tmgL7F0KsGHDBh566KFq90WkbAowvBF/jyumT5+uH8mWqGgXGj5IOO77xBO1/6N29b7LWWu0BQ6nTS5ZsoTXXnut2n0RqYgCDG8G/6NiIrFRgP2vKrB27dpq90OkYgowbARobGysdj9EKqYAw0sAb3jDG6rdD5GKKcDwJMDuu+/OkCFDeqsrsl1RgOH3AE1NTRx00EHV7otIRRRgeJiwFT7iiCPYaaedqtwdkfIpwLAZ+CrAsGHDOPnkkxk2bFiVuyRSHgXY+x/gSoDW1lY++clPsuuuu1a5SyK9U4B7fB24EWD06NF89rOf5aijjtLhJdmu6VzoHpuBzwPPAT9obGxsmjx5MhMnTuShhx6ivb2dzZs3V7mL206XE9YWbYG3lAD/CrwdeBT88eETTjiBc845h4MPPliHmmS7ogDnmwW8C/gk8CLAqFGjmDJlChdddBHvf//72W233araQREAkyRJtfuwvWsGTsF/R35LtmDhwoV0dHTQ0dHB4sWLq9K5HH+/7LLL3lTtTsjgUIDLZ4Cj8d+TT6Bg/ODVV1+lo6OD2bNnVzvMCnAdUYD7phW/Vf4Y8I+FhYsWLXo9zIsWLRrsvinAdUQB3nZ7AB/Bh/mdhYVpmDs6Onj11VcHoz8KcB0pGWBr7a7A1/B3bBwHrAZmADc45+7q60Kttc3AucCpwL5h8nPAbcD1zrmSvyhmrT0Q+DL+N3x3ARYBfwGucs5V8/dQxtET5ncVFi5evPj1MC9cuHCg+qAA15GiAbbWTgAeBMaESSvxP3ydntlwnXPu/EoXaK0dDtwPHBYmrQvPO4Tn/we81zm3ukj7U4Cb8YNLAMsJF+UDG4AznXO3V9qvAbA7cCI+zIcT7ruVWrJkCbNnz2bWrFn9vZutANeR3MNI1tqhgMOHtx040Dm3EzACuAR/vPQ8a+3ZfVjmjfjwLgM+jP9QaAmvlwHvAG4o0q8JwE348N4BjHXOjQTGhvdDgJuttW/tQ7/623zgx8CR+C3zucBD+H87Ro8ezZFHHskXvvAFPve5z3HEEUcwatSo6vVWopS7BbbWngtch99lHu+ce6Wg/Dr8H2QnsHdvu7yZdhOBp/BboxOdc78tKD8R+DX+j3yic25WQfmv8Vu1GcBhzrmNmbIm4DH8SRh3Ouc+Xk6fqqAVvw4n4X/GdIst8/z583nqqadob29n/fr1fZm/tsB1pNiJHKeF56mF4Q2uxIesDX9opVyn4v9g5xSGF8A59xtgTqhzSrbMWrszkJ4GeHU2vKHtRuDqnup2RAX9Gkxd+D2Mo/Bb5gsIZ32Bv7HAlClT+NKXvsQJJ5zAnnvuWZ1eShS2CnD4jnpIeHtvXiPn3DygI7w9poLlvbvUfIP7isz3cPwucrZOsbZDQ/3tXSfwI/zXhn3wJ4s8C9Dc3MwBBxzA2Wefzac+9Sn2228/jDElZiX1KG8LPJ6e3brZJdqmZfuVsyBrrQnzLne+4wump8tZ6JzLPVPCObcIeLWgfixeBL6P7/fh+O/6a8BvlT/2sY9x7rnnsv/++1exi7K9ybsaaWzmdWeJtvNz6pcygvDbu2XOd4S1drhzblXBckq1TduPKadfxpj0UM9LSZLMy0zfA9gTIEmSRwravAP/wfdKkiQvZ6a34X+mBeD/JUmyOVN2KH7grTNJkhcz03cj3JcaeCxJkm78V5NHjDHr3va2t91x7bXXvvuYY445Fdh91KhRHHnkkTQ2NvLAAw+w00470dycDsbDggULWLdu3Q7GmLckSfK3CNY1LTsIfxRiYZIkz2em70LP6atPJEmyLlN2IP7vaXE9r2tegIdnXpf6oaC0rNzvmpXON513GuDhOeXb2q9pABdffPHyzs7OdDlceOGFI6655pqdGhsb6ezsnJ9tMGzYsLa1a9eaL3zhCys7OztXpNMvvfTS4ZdffvnOAM8///z8zs6ez5nRo0ePXbJkScOZZ565qrOzc3k6/Xvf+17LJZdcMgpg5syZCzo7O1//49hjjz1aZ82a1fjTn/509fjx45e1tLQsHTFixE4PPvhg40knnQTAv/zLv2zYZZddXl/Oz372s+b58+e3HX/88U92dna+1tbWNi6WdX3llVcaP/rRj67u7Oxclk6/7rrrhp133nlvAJg2bVpXZ2fnprTsLW95y5i//e1vzccff/zazs7O1wAy61s367ot1wMP1BeybZ1vxe2HDh26Mz3HkgsvGdx9i5mH76FDhgwZQeZDItvGGLNFm4aGhrTOcDIfZEOHDs3W2WKPIb2RwNChQ3cEdlyzZg3pI/We97xnSHaQ68c//jHz589nyJAhwwr7HdO6ptOzexeNjY2teW3qfV3zArwq87oFWJFTJy0Df4JHOQrnW0y2LDvvVTnl29SvO++8cxHAnnvuuQl4/RPvwx/+cOPBBx+cnrCyIdvm1ltvHbJ582bGjRu3RZvjjz++Yfz48U0Azc3NW7T52c9+1tzd3W3Gjh27RZujjz664c4772wCGD58+BZtrrvuuub169ebMWPGbNFm0qRJr7fZddddt2hz1VVXNa9Zs8aMHj16M+GG9TGv6zvf+U6tay/rutVxYGvtIfjjqeCPAT9LDmvtHcDHgT845z6YV6egvsGHakfg8865nxap93n8YZaV4eSRdPqX8YevFjrnWvPahnoL8d+BL3bOXV2snkgtyBuFfoZwthAwoUTbtKyjRJ3XOeeSMO9y5/tMwfR0ObtZa3chRzh3e0xBfZGatVWAw6jv4+HtcXmNrLXj6DlM82AFy0vrvq9EnWOLzHcakI7mFWuftt0APFKkjkjNKHYm1tTwfLK1do+c8q/gB4sWUFmAfxWe97XWfriwMJxKuS9+D2Bqtsw5txy4O7y9yFrbWNC2Cbiop7or9t1dpGYUOxd6B/wu7N7A08DpzrmnrbXDgPOB7+ED/Cnn3C8K2s4F9gJucc6dlTPv2/HnAS8FzsZfNAH+ksWbgFHAL51zp+e03R94gp6LGS5wznVZa1uBa8N8NwBvd85pF1pqXu4W2Dm3Dh+oxcBEYKa1djl+RPoKfHh/UhjeMn0av4s+CrgLf8HEmvB6FPBX/G1r8vrVjr/R3EZ8WDuttUvxJ3echN/FPlvhlXpR9K6UISwT8Fu2F/DnF68AHgA+4pw7py8LdM6txJ8qeDH+N4k24QP5ZJh2RObsq7z2twKHArfjLwzYMTz/CjjUOTe1WFuRWqNb6ohETPeFFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFonY/wepSryRJXBy8AAAAABJRU5ErkJggg==\n"
          },
          "metadata": {
            "image/png": {
              "height": 300,
              "width": 120
            }
          }
        }
      ],
      "source": [
        "plt_dict['MUTE_2'].show()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 18,
      "metadata": {
        "colab": {
          "height": 354
        },
        "executionInfo": {
          "elapsed": 332,
          "status": "ok",
          "timestamp": 1761060698280,
          "user": {
            "displayName": "",
            "userId": ""
          },
          "user_tz": -60
        },
        "id": "QQBXH4zbkPsy",
        "outputId": "373edc6c-d670-423a-8821-fd89f772952a"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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WN7eva2MiwMaYr9IboH/13n+j1PCDsAX4iTHmFGNMYzLtNwD/TfiJjS7CvmExO4FfGWPendzvOH8j9d8Q7kq5jXAnxtFgNmEf93PGmMPz8wtgjJlPuMsnhLO6HkxXNMb8Njl9c92ItbZe1fpA9GAfDPLOiGVOYx39T6XcSThOmp92N/DxIvXzw5xN76mU2+l7KuVO4P1VLoNyTuSYW8b8nVmkbv40yk2E4+npE1P6nZpK790819X6/2OsP8bC1UiDvTNiJTYT7j54OXAyMIdwbvAjwNXe+98NUH8tcDjwOcLx6ZmEDqt7gf/fZ5zkUUOtgCXsmx9FWCNPJwT5acLhpeu996tr1kLRXSlHgjEmv5CP8d7/tpZtkbFlTOwDi9QrBVgkYgqwSMQUYJGIqRNLJGJaA4tETAEWiZgCLBIxBVgkYgqwSMQUYJGIlbyYwVq7N3AZ4aT22YQraJYCNznn7qp0YtbauUA5F6t/yDn340rHL1Jviq6BrbWHAE8SbmZ2IOHX/qYRbgZ+p7X2+kFO+yXCLwVkPXYOctwidSHzRA5r7QRgJXAA4d5HZzjnlllrJwIXAV8GDHC2c+62cidWsAbe3zm3bjCNF6l3xdbAnyCEdzvwfufcMgDn3CvOuauBG5LhrrLWFt6KVERGSLEAn5483+6cy/opzoWEOy60UPpGbSIyjPoF2FrbDOR/MvKerErOuQ2ETWyAY4enaSIykKxe6HmE/Vso/ctzK4BDCL/OV40fWWtfB0wi/LTHo8B3nHP/XeX4ROpOVoDTP2SVK1E3/1Mg1f7w1QJgK+FGdLMI9xn+oLV2CXC6c+7VUpUBcrnchiqnHbWWlpaeG8TX4zKo9/mH3mWQFeD0Td92lBhHvmxKBdPdCdwE/BfwhHNuG/QcsvoscAbwIcLdHj9Rxvj02zxaBnU9/4O5K6UZeJC+nHPPA+dmfL4C+Gdr7YuE487nWGv/wzn31ACjLPVjYfWi3pdBXc9/VoDbU68nETZzs+R/ZrLUr95V6gvApwi/ufN+wj2Yi0pvStWrel8G9T7/WYeR2lKvW0rUzZe1lRimIs657fR2nB0wVOMVGauyAryK3p/BPKRE3XzZyhLDDIbu9SMygH4Bds61A48nb4/LqmStnU3v4aNSvzpfEWvtZHq/GNYN1XhFxqpiZ2Ldnjyfaq2dk1F+KaETq40KAmytHajj60rC/q8n/GCYiJRQ7GKG3Qib0nOBPxEuZvhTcjHDhcBXCAE+xzm3uKDuOmA/4HvOuTMLyh4gnN11N7DSOdeZfD6P8KPcZyWDfsc597GhmUWRsSvzMJJzbqe11hLWrvOBZdbarYSe53ydGwvDW4b9CFcyfRnotNZuIfxA9OTUMHcAn65wvCJ1qej1wM655YT90euANcAEwiGle4GTnXPnVTG9S4D/RfgF+5cIJ4GYZPw/AN7tnPuIc25XFeMWqTu6sbtIxHRPLJGIKcAiERvMudAio0rHD2aN6f3BptNa+x2GVYDjcCYwHngCeKymLZFRRZvQcbgWuBn4QK0bIqOL1sAyZmRtYo51WgOLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiEX986IdHR1H1LoNI6GxsXGcMQbv/T6dnZ1HNDU1Lc2X1csySKv3+YfeZWC897VuS9U6OjribXwFGhsbMcbQ1dVFd3c3TU1NPb+DWy/LIK3e5x96l0HUa2DgyFo3YIT8FpjS0NBwW3d39w0FZfWyDIqp6/mPeg1cRzYD04BrgMtr2xQZTdSJJRIxBVgkYgqwSMQUYJGIKcAiEVOARSKmAItETAEWiZgCLBIxBVgkYgqwSMQUYJGIKcAiEVOARSKmAItETAEWiZgCLBIxBVgkYgqwSMQUYJGIKcAiEVOARSKmAItETAEWiZgCLBIxBVgkYgqwSMQUYJGIKcAiEVOARSKmAItETAEWiZgCLBIxBVgkYgqwSMQUYJGINda6ASJDpeMHs3yt2zCcmk5rNYWflQywtXZv4DLAArOB7cBS4Cbn3F1D1TBr7aXAV5O3zzrn5g7VuEXGsqKb0NbaQ4AngX8FDgQ6gGnAe4A7rbXXD0UDrLUHAFcOxbhE6k3mGthaOwFwwHRgOXCGc26ZtXYicBHwZeACa+0TzrnbBtmGm4GJwO+Btw5yXFLHsjYxx7pia+BPAAcQNpnf75xbBuCce8U5dzVwQzLcVdbapmonbq09E3g38CPgnmrHI1KvigX49OT5dufc+ozyhYAHWoBjqpmwtXY68A1gK2GtLiIV6hdga20zsCB5m7lWdM5tAFYmb4+tctrXA3sAVzjn2qoch0hdy1oDzwPy+xIrStTNlx1c6UStte8DPgI8Bnyr0voiEmR1Ys1Mvc6VqNuaMfyAkjX8t4Au4JPOue5K6qflcrkN1daNyYwZM6Y2NDTQ3t5+7tatW89oaWmZnS+rl2WQVu/zD73LICvAzanXO0qMI182pcJpfxnYF/gP59wTFdYtNGuQ9aPivZ9C/+VdV8sgQ13P/2DOxKq4y95a+xbgPGA98MVBTDuvdeBBxoQWwBhjthE6/dLqZRkUU9fznxXg9tTrSfT/h0mXAWwrZ0LJ4aZbCPvd5zvn2geoMqD0ptQYtxmY1tzcfGNzc/Pl6YI6WgaZ6n3+swKc7hFuoXiAWzKGL+Vc4DDgV8C9yb5w2vjk2aTKdjnnOsocv0jdyQrwKsIxXgMcAjxVpO4hyfPKIuWF5ibPx1F6rb1vqvxi4Loyxy9Sd/odRko2bR9P3h6XVclaO5vew0f3DU/TRGQgxTqxbgfeDJxqrf3/Ms7GupSwhm6jzAA75y6ixBlX1torCR1buhpJpEzFTqW8GVgHTAbuttbOB7DWTrTWXkboSQb4fOE+qrV2nbXWW2u/OzxNFpG8zAA753YSrgF+CZgPLLPWbiF0aF1NWPve6JxbPFINFZH+il4P7JxbTuioug5YA0wgBPhe4GTn3HnF6orIyDDej+m7kIwVmwk3U7gGuLz0oFJPdFM7kYgpwCIRU4BFIqYAi0RMARaJmAIsEjEFWCRiCrBIxBRgkYgpwCIRU4BFIqYAi0RMARaJmAIsEjEFWCRiCrBIxBRgkYgpwCIRU4BFIqYAi0RMARaJmAIsEjEFWCRiCrBIxBRgkYgpwCIRU4BFIqYAi0RMARaJmAIsEjEFWCRiCrBIxBRgkYgpwCIRU4BFIqYAi0SssdYNGIyOjo4jat2GkdDY2DjOGIP3fp/Ozs4jmpqalubL6mUZpNX7/EPvMjDe+1q3pWodHR3xNr4CjY2NGGPo6uqiu7ubpqYmky+rl2WQVu/zD73LIOo1MHBkrRswQn4LTGloaLitu7v7hoKyelkGxdT1/Ee9Bq4jm4FpwDXA5bVtiowm6sQSiZgCLBIxBVgkYgqwSMQUYJGIKcAiEVOARSKmAItETAEWiZgCLBIxBVgkYgqwSMQUYJGIKcAiEVOARSKmAItETAEWiZgCLBIxBVgkYgqwSMQUYJGIKcAiEVOARSKmAItETAEWiZgCLBIxBVgkYgqwSMQUYJGIKcAiEVOARSKmAItETAEWiZgCLBIxBVgkYgqwSMQUYJGINZYqtNbuDVwGWGA2sB1YCtzknLur0olZa+cCHwYWAIcAewPTgG3ASuBnwLecc+2VjlukHhVdA1trDwGeBP4VOBDoIITtPcCd1trrq5jeu4GvAqcA84DdCV8KrwH+FlgIrLTWHlzFuEXqTmaArbUTAAdMB5YDb3TO7Q5MAa4APHCBtfasCqe3BvgicAywp3NugnNuGtAMnAG8AMwBfmqtHVf57IjUF+O97/ehtfZ8YBFh7TjPObe+oHwRcD6QA+Y65zqGojHW2vcC9yRv3+mce2goxjsGbCZs/VwDXF7bpshoUmwT+vTk+fbC8CYWEtbCLYS16VD5fep1yxCOV2RM6hdga20zoZMJeteGfTjnNhA6nQCOHcL2vD31eu0QjldkTMrqhZ4HmOT1ihJ1VxB6kgfV4WStbQJmAu8Drko+fsQ59/hgxitSD7ICPDP1OleibmvG8GWz1j4FvD6j6BfAP5czjlwut6GaacdmxowZUxsaGmhvbz9369atZ7S0tMzOl9XLMkir9/mH3mWQFeDm1OsdJcaRL5tSZRteJHTMTEqN45fAFc65TWWOY1aV046S934K/Zd3XS2DDHU9/yVP5BiAGXiQ4pxz78i/ttbuBZwGfAH4g7X2IufcDWWMpnXgQcaEFsAYY7YBWwvK6mUZFFPX858V4PRZUJPo/w+TLoNwFtWgOOdeAq631j4MPJq8fsQ598dS9dKbUmPcZmBac3Pzjc3NzX0OI9XRMshU7/OfdRipLfW61KGcfFlbiWEq4pz7A/Bw0q6zh2q8ImNVVoBXEY7xQuhlLiZftrLEMNXIbxK9dojHKzLm9AtwciFB/hDOcVmVrLWz6T18dN8Qt+mA5HnQm+YiY12xM7FuT55PtdbOySi/lNCJ1UYFAbbWDnT10zuBtyRvHyx3vCL1qligbgYuAuYCd1trz3DO/claOxG4EDgvGe7zhedBW2vXAfsB33POnVkw3j9aa28Hfg6scs51JXVagFMJFzoY4Fngu4OZMZF6kBlg59xOa60lrF3nA8ustVsJPc/5Ojc65xZXOL05wFeSR6e1dgswgb7HnlcBJznntlc4bpG6U/R6YOfcckJH1XWEywAnEA4p3Quc7Jw7r1jdEj4MfJ1w0cLzhOA2As8RLl88i3Dp4uoqxi1SdzIvJ5RRR5cTSibdE0skYgqwSMQUYJGIKcAiEVOARSKmAItETAEWiZgCLBIxBVgkYgqwSMQUYJGIKcAiEVOARSKmAItETAEWiZgCLBIxBVgkYgqwSMQUYJGIKcAiEVOARSKmAItETAEWiZgCLBIxBVgkYgqwSMQUYJGIKcAiEVOARSKmAItETAEWiZgCLBIxBVgkYgqwSMQUYJGIKcAiEWusdQMGo6Oj44hat2EkNDY2jjPG4L3fp7Oz84impqal+bJ6WQZp9T7/0LsMjPe+1m2pWkdHR7yNr0BjYyPGGLq6uuju7qapqcnky+plGaTV+/xD7zKIeg0MHFnrBoyQ3wJTGhoabuvu7r6hoKxelkExdT3/Ua+B68hmYBpwDXB5bZsio4k6sUQipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGKNpQqttXsDlwEWmA1sB5YCNznn7qp0YtbaKcAJwN8DbwLmAk3AC8BjwK3OuV9WOl6RemW895kF1tpDgPuA6clH24BJwLjk/SLn3IWVTMxauxo4MPXRLqADaE599gPgTOdcZyXjHuM2A9OAa4DLa9sUGU0yN6GttRMARwjvcuCNzrndgSnAFYAHLrDWnlXh9JqAJ4GLgdc753Zzzk0B9gNuTYY5Dbiq0hkRqUeZa2Br7fnAIsIm8zzn3PqC8kXA+UAOmOuc6yhnYtbavwMedM5lrvattTcDnwB2AHs5516pYF7GMq2BJVOxTqzTk+fbC8ObWEhYC7cAx5Q7MefcA8XCm1icPE8C3lDueEXqVb8AW2ubgQXJ23uyKjnnNgArk7fHDmF7dqRejys6lIgA2WvgeYBJXq8oUTdfdvAQtufo5PlV4C9DOF6RMSnrMNLM1OtcibqtGcNXLTnEdFnydolzbutAdXK53IahmPZoN2PGjKkNDQ20t7efu3Xr1jNaWlpm58vqZRmk1fv8Q+8yyApw+pDOjozywrIpg22MtdYA3wVmAS9TfkfNrMFOOybe+yn0X951tQwy1PX8lzyRYwBm4EHK9lXgg0A3cFaRjrMsrQMPMia0AMYYsw0o3DKpl2VQTF3Pf1aA21OvJ9H/HyZdBuEEj6pZa78AXELo1f54JWd4pTelxrjNwLTm5uYbm5ub+2yd1NEyyFTv85/VidWWet1Som6+rK3EMCVZa68AvpS8Pdc5951qxyVSj7ICvIqwNgQ4pETdfNnKEsMUZa39LPDl5O3FzrlvVTMekXrWL8DOuXbg8eTtcVmVrLWz6T18dF+lE7XWfoZwVhHAZc656yodh4gUPxPr9uT5VGvtnIzySwmdWG1UGGBr7cXA15K3n3POfbWS+iLSq1iAbwbWAZOBu6218wGstROttZcB5yXDfb7wPGhr7TprrbfWfrdwpNba84D/SN5+yTn35cJhRKR8mYeRnHM7rbWWsHadDyyz1m4l9Dzn69zonFucVb+ERanX/2Kt/ZcSw17onLujwvGL1JWid+Rwzi0ndFRdB6wBJhAOKd0LnOycO69Y3RLSx473GeAxsYrxi9SVohf0y6iiywklk+6JJRIxBVgkYgqwSMQUYJGIKcAiEVOARSKmAItETAEWiZgCLBIxBVgkYgqwSMQUYJGIKcAiEVOARSKmAItETAEWiZgCLBIxBVgkYgqwSMQUYJGIKcAiEVOARSKmAItETAEWiZgCLBIxBVgkYgqwSMQUYJGIKcAiEVOARSKmAItETAEWiZgCLBIxBVgkYgqwSMQUYJGINda6AYPR0dFxRK3bMBIaGxvHGWPw3u/T2dl5RFNT09J8Wb0sg7R6n3/oXQbGe1/rtlSto6Mj3sZXoLGxEWMMXV1ddHd309TUZPJl9bIM0up9/qF3GUS9BgaOrHUDRshvgSkNDQ23dXd331BQVi/LoJi6nv+o18B1ZDMwDbgGuLy2TZHRRJ1YIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSscZShdbavYHLAAvMBrYDS4GbnHN3VToxa20j8HfAEcCRyfOBgAGud85dVOk4RepZ0QBbaw8B7gOmJx9tA6YB7wHeY61d5Jy7sMLpzQZ+U0U7RSRD5ia0tXYC4AjhXQ680Tm3OzAFuALwwAXW2rOqmOY24GHgeuCjwBNVjENEKL4G/gRwAGGT+f3OufUAzrlXgKuttTOB84GrrLX/6ZzrKHN6zwFTnXM+/4G19uyqWy9S54oF+PTk+fZ8eAssBM4DWoBjgF+XMzHnXHfFLRSRovptQltrm4EFydt7sio55zYAK5O3xw5P00RkIFn7wPMIvcIAK0rUzZcdPKQtEpGyZW1Cz0y9zpWo25ox/IjK5XIbajXtkTRjxoypDQ0NtLe3n7t169YzWlpaZufL6mUZpNX7/EPvMsgKcHPq9Y4S48iXTRmqRlVhVg2nPeK891Pov7zrahlkqOv5L3kixwDMwIMMu9aBBxkTWgBjjNkGbC0oq5dlUExdz39WgNtTryfR/x8mXQbhuG5NpDelxrjNwLTm5uYbm5ubL08X1NEyyFTv85/VidWWet1Som6+rK3EMCIyjLICvIpwphXAISXq5stWlhhGRIZRvwA759qBx5O3x2VVstbOpvfw0X3D0zQRGUixywlvT55PtdbOySi/lNCJ1YYCLFIzxXqhbwYuAuYCd1trz3DO/claOxG4kHAaJcDnC8+DttauA/YDvuecO7NwxNbaqUBT6qP8692stXulPt/hnCt1GEuk7mWugZ1zOwnXAL8EzAeWWWu3EHqkryasfW90zi2uYpo/A15MPd6WfP7Jgs8vrWLcInWl6B05nHPLCR1V1wFrgAmEAN8LnOycO69YXREZGcZ7P/BQUmubCTdTuAa4vPSgUk90TyyRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSMQVYJGIKsEjEFOA4mFo3QEYnBTgu+hkN6UMBFomYAiwSMQVYJGIKsEjEFGCRiCnAIhFTgEUipgCLREwBFomYAiwSscZaN2AwOjo6jqh1G0ZCY2PjOGMM3vt9Ojs7j2hqalqaL6uXZZBW7/MPvcvAeB/v6bUdHR3xNr4CjY2NGGPo6uqiu7ubpqamnosb6mUZpNX7/EPvMoh6DQwcWesGjJAHgOaGhobvdHd331hQVi/LoJi6nv+o18B15GVgKnA1cEVtmyKjiTqxRCKmAItETAEWiZgCHAfdUkcyKcAiEVOARSKmAItETAEWiZgCLBIxBVgkYgqwSMQUYJGIKcAiEVOARSKmAItETAEWiZgCLBIxBVgkYgqwSMQUYJGIKcAiEVOARSKmAMch/3fqrmkrZNRRgOPQlDx31LQVMuoowHHI/4JGZ01bIaOOAjz6GWBc8loBlj4U4NFvQur1qzVrhYxKCvDot3fq9Ys1a4WMSgrw6Dcj9VoBlj4U4NFvfur1X2rWChmVFODR7wSAzs7OLcC62jZFRhsFeHR7HUmAN23a9BCgH3OWPhTg0Wsy8EOgsbu7m0cfffS/a90gGX0U4NFpNnA/cCTAI488wh//+McNtW2SjEYK8OgyHjgXWAEsAFixYgX3339/TRslo1fjwIPICJgGnAH8G7Bf/sPf/e53/M///A/ea9dXspUMsLV2b+AywBI267YDS4GbnHN3VTtRa20TcD5wGqGjBsIhkh8ANzjn6uGk/QnAe4APA6cAE/MFL774Ir/4xS9Yt25djZomsTDFvt2ttYcA9wHTk4+2AZPoPS93kXPuwkonaK1tBn4DvCX5aGfyvFvy/DvgPc657ZWOOwL7Ae8mBPd4YPd04caNG3nkkUd48skns9a6J37xi1+8e2SaKbHI3Ae21k4AHCG8y4E3Oud2B6YAVxAOZ1xgrT2rimneTAjvy8AHCF8Kk5LXLwNHATdVMd7RxgBzgJMJ87OacBz3VuAfScK7c+dOnnjiCRYvXsy3v/1tli9frk1mKVvmGthaez6wiLDJPM85t76gfBFhEzgHzC13k9daOx94gvDP/UHn3J0F5R8EfkL4gpjvnHuy0hmqEUPYxTgSeFPyfCR9z2PusW3bNtasWcOqVatYs2YNXV1d5UxDa2Dpp9g+8OnJ8+2F4U0sBM4DWoBjgF+XOb3TCP/sqwvDC+Cc+6m1djVhv/ifCGv70aaisALs2rWLdevWsXbtWtauXctLL700Mi2VMa9fgJN91AXJ23uyKjnnNlhrVwKHAMdSfoDfVWq8iV8TAnxsmeMcTvmwpoNaMqxdXV1s3LiRtrY2crkcbW1tbNy4ke5u3Q1Hhl7WGnge4R8XwvHIYlYQAnxwOROy1ppk3OWMN9+OkTQkYX3hhRfK3SQWGbSsAM9Mvc6VqNuaMXwpUwinB5Y73inW2mbnXHuxAY0xf5u8fNZ7vyH1+RxgXwDv/SMFdY4CGs4555wdt9xyy2xCh9qR69evX/Dcc8/tCXDUUUfR0NDbv/fYY4+xc+dOxo8fT1NTU09Y165dy4svhiv8Zs2axbhx43rq5HI5Ojs7mTx5MnvuuWfP59u3b2fTpk0AzJw5k6ampp6ytrY2Ojo6mDRpEnvttVfP5zt27ODRRx+dd+WVV24GnvDe9/TQD2YZAOu998+lPm8B9k/e/s57350qezPh3lw57/0zqc/3AQ7MLyrvfUeq7EjC0YWN3vunU5/vBbw+efsH7/3OVNkbCf8nL3nv/5z6fA+SL/X0/NTj/JP6H8gKcHPq9Y6M8sKyKSWGGcx48+MuGmDgYYDPfOYzW3K5XM9wF1988ZRrr71293HjxpHL5VoBxicmT548dfv27cyc2fd758477+TCC8NRsfb2drZs2dKzZj399NPZunUrb33rWznuuON66qxatQrnHACXXHIJkydP7ilbsmQJmzdv5ogjjsBa2/P5M888w49//GMALrzwQl7zmtf0lN11111s3LiRQw89lFNOOaXn8w0bNvDAAw8sBPjVr361kb7XCJe9DPImTpzY8sorr5hPf/rT23K53Nb855/73Oear7rqqqkATz/9dGsu1/s9u+eee87ctGlTw0c/+tH2XC63Jf/5V77ylUlXXHHFawCWLVvWlsvlev7p58yZM2P9+vXjTjnllO25XO7l/OeLFi2aeMEFF+wB8PDDDz+fy+V6Nlle//rXT//zn//cdPzxx7+Sy+X+mv988eLFu33sYx/LfxPmtxDrcv7T/wODORPLDDzIyIx3woQJU4Gp+ffjx4/vKdtjjz1mTZgwAWOyR5vfDF6/vrevbuHChX3WwKNpk7ixsXGfrM9LLQNgVvpNflmMHz9+Cqkv4HQdY0yfOvnlMX78+GZSX8YTJkxID9PnWzG/RTJhwoTJ9G599dnqGDdu3IysOuPHj5+Ybne6TpZ6mv/0/0BWgNNrvEnA1oxh8mUQTvAoR+F4i0mXlRz3kiVLXgTYd999u4CucePGjZs0adKkT37yk5NPPPHEcQC77bZbnzo/+clP2LhxIwC33norzz//PF1dXXR3d3P22WdnTufUU0+lu7ubKVP6bmwcdNBBPXUKp/OhD32oZxM6bf/99++p09zc3KfsH/7hH3o2odNmz57NN7/5zS0zZsx4dd999+1zyK5wGeQ//8AHPjDuTW96U36bvs+9tL7//e+P7+7uZvbs2X3qHH/88Q3z5s1rBGhqaupT55Zbbmnq6OgwM2fO7FPnmGOOaViyZEljMj996ixatKhp165dZvr06X3qvO1tb+ups/fee/ep87Wvfa1px44dZs899+wmdRO/ww8/3CxZsqRfiutx/tP/A/2OA1trFwCPJW/nOeeeKlxoyXB3EE4DvNs5d2LWMAXDG0IgJwOfcs59u8hwnyKc+LAtOXmkHM3AfwDnULAG37hxI2vXrmXdunVs2LCBHTtKbb2PajoOLP1krYFXEU6kMIRe5swAJ2UAK8uZkHPOW2tXEXp5DykxaL5sVTnjJbTTEY5HA/Dss8+ybNkyVq9eTXt7qV3oseNLX/rSCbVuw3DTF1h//QLsnGu31j4OvBk4jnBmVB/W2tn0Hj66r4Lp3UcI8N+XGOa9FY73QJLw7tixg8WLF/PXv/51gCpj0oKBB4meAlyg2PXAtyfPp1pr52SUX0pY87VRWYB/mDy/zlr7gcLC5FTK1xG2AG4vLC+ilXAONZMmTeKEE05g/vz5hZ0YImNSsV7om4GLgLnA3dbaM5xzf7LWTgQuJJxGCfD5wvOgrbXrCFfdfM85d2a6zDn3RLLv/I/AYmttN2HzF8Ili7cmr3/gnFte5jzsAD4I/AjYa//992f//feno6ODp59+mmeeeYa1a9f2HHsdwx6vdQNk5GUG2Dm304aDl/cRbmu6zFq7ldBDnK9zo3NucRXT/DhwAGGT7y7gFcLaPN+N+yjwqQrHeT/wBsKXzlnArKamJubNm8e8eeHY99atW3nuuefI5XK0trb2nDQxVmj/sD4VPQ7snFueXBN8OXAi4TTDrcAfCRf0/7SaCTrntllr307/C/r/SLigf1GVF/RvAj4PfBF4B/ARwr72/gC77747hx56KIceeigA3d3dvPTSS7S2tvaEWucsS2yKXtA/hhxAuDDiGELH3GuLDdjZ2cnGjRt7At3a2sqmTZtGy/W5Oowk/dTDPbHWJo9bkvd7EHrC30zYjF9Acj53Y2Mjs2bNYtasWSxYEDp1d+3aRVtbW0+gN2zYwLZt5Z67IjK86iHAhf5KuGQxfQnkLEKQ86F+E+FGc0yYMIG5c+cyd+7cnoG3bNnC+vXraW1tZf369T1nc4mMtHoMcJbW5HFX8t4Qji/n19BvBg4nufHc1KlTmTp1as/+dGdnJ+vXr2ft2rU888wz5HK50bLZLWOcApzNE+5htZre49FNwGGEe3YdBbyVZH+6sbGR/OErgFdeeYWnnnqKlStXsnbtWnWMybBRgMvXQbil7lLgxuSz6YQgv4PQUfZGwEycOJHDDz+cww8/nO3bt/P444/z+OOPx3wetoxS9dALPZL2Itw26CTCiSk9lxu9+uqr3HvvvTz22GPF6g5EvdDSj35aZWi9RDgj7DTCrXhOBh6AcK3p8ccfzzve8Y4aNk/GGgV4+OwEfgocDfwtsAbgne98J42N2nORoaEAj4zfE35xgsbGRl1oIUNGAR5++xIu2DgdYO3aterMkiGjbbnhMx24mHCBxW4Q7g5y55397mcvUjUFeOjNBi4hXHU1EcB7z9KlS7nnnnvG1BVQUnsK8NDZj/BTMGcRTvoAYM2aNdx77720tbXVrGEydinAgzcH+BwFwX3qqad46KGHSN9bWGSoKcDVG0fYx72S5J6/3ntWrFjBQw89xAsvvFDLtkmdUICrM4lwjvRJEIL75JNP8uCDD+qXB2VEKcDVuYEkvBs3buTnP/85ra2tA1QRGXoKcOX2AD4KoYPqjjvuGBU9y7ovdH1SgCu3BTho+fLl71q7dm2uo6NjpHZ2/zJC05GIKMCV6wLWHHbYYWsOO+wwTjrppFq3R+qYLicUiZjOhRaJmAIsEjEFWCRiCrBIxBRgkYgpwCIRU4BFIqYAi0RMARaJmAIsEjEFWCRiCrBIxBRgkYgpwCIRU4BFIqYAi0RMARaJmAIsEjEFWCRiCrBIxBRgkYgpwCIRU4BFIqYAi0RMARaJmAIsErH/B/hQIW4BFwL9AAAAAElFTkSuQmCC\n"
          },
          "metadata": {
            "image/png": {
              "height": 300,
              "width": 120
            }
          }
        }
      ],
      "source": [
        "plt_dict['MUTE_3'].show()"
      ]
    }
  ],
  "metadata": {
    "colab": {
      "last_runtime": {},
      "provenance": [
        {
          "file_id": "1J99_hrY2DKzefpyiN_vG2cGkqT-2AvhK",
          "timestamp": 1727706471665
        }
      ],
      "toc_visible": true
    },
    "kernelspec": {
      "display_name": "Python 3",
      "name": "python3"
    },
    "language_info": {
      "name": "python"
    }
  },
  "nbformat": 4,
  "nbformat_minor": 0
}
